A $5000 payment due 1 1/2 years ago has not been paid. If money can earn 3.25% compounded annually, what amount paid 2 1/2 years from now would be the economicequivalent of the missed payment?

A sum of $150,000 now at an interest rate of 10% per year compounded semiannually is equivalent to how much money 6 years ago? Solve the problem using effect semiannual and annual rates.

2. What's the present value of $25,000 received after 5 years if the appropriate interest rate is 10%, compounded annually?* O a) $13,620 O b) $19,690 O c) $1,670 d) $15,523 e) None of the above 3. What's th

What is the effective annualized rate compounded continuously that is equivalent to 16.000% per annum compounded quarterly? correct answer is 0.1569 i dont understand, can someone show work and explain

What is the accumulated value after five years of payments of $20000 made at the beginning of each year if interest is 7% compounded quarterly? Please, note that I think this is a question of Annuities, and I believe time would be 20 (5 years compounded quarterly -> 4x a year) Isn't this a General Annuity Due question, where payments are made at the beginning of the payment intervals, and the payment and compounding frequencies are unequal.

Can someone help me please?

N1.

A $5000 payment due 1 1/2 years ago has not been paid. If money can earn 3.25% compounded annually, what amount paid 2 1/2 years from now would be the economicequivalent of the missed payment?

Can someone help with this? I don’t get it